Duality of tensor products of converge-free spaces.
Duality of vector spaces
Duality theory for the strict topology
Duals of spaces of compact operators
Ein Schwach-Stark-Prinzip der Dualitätstheorie lokalkonvexer Räume als Fortsetzungsmethode.
Eine neue Charakterisierung bornologischer und verwandter Räume.
Eine topologische Kennzeichnung des Ordnungsduals eines Vektorverbandes.
El espacio de la convergencia en medida y su dual.
Enlargements of Mackey's Topologies
Espaces collectivement localement convexes
Espaces vectoriels bornologiques ordonnés
Espacios semi-escalonados con valores y escalones vectoriales.
Every topological category is convenient for Gelfand Duality.
Familles sommables dans les espaces vectoriels topologiques.
Let E and F be two vector spaces in separating duality. Let us consider T0, the uniform convergence topology on E on the partial sums of families of F which are weakly summable to 0 in F; then, if (E',T'0) is the completion of (E,T0), the finest locally convex topology T on F for which all the weakly summable families in F are also T-summable, is the uniform convergence topology on the T'0-compact subsets of E'. If F is a Banach space and E its dual space F', every weakly summable family in F is...
Fat equicontinuous groups of homeomorphisms of linear topological spaces and their application to the problem of isometries in linear metric spaces
Finite-dimensional Schauder decompositions in certain Frechet spaces
Formal extension of the Whitney functor and duality
Formes et coformes sur un espace nucléaire complet
Fortsetzungen extremaler Funktionale.
-BMO duality on graphs
On graphs satisfying the doubling property and the Poincaré inequality, we prove that the space is equal to , and therefore that its dual is BMO. We also prove the atomic decomposition for for p ≤ 1 close enough to 1.